\begin{tabular}{l*{14}{c}}
                    &\multicolumn{1}{c}{(1)}&\multicolumn{1}{c}{(2)}&\multicolumn{1}{c}{(3)}\\
                    &\multicolumn{1}{c}{\Centerstack{P(Accepts\! Interview)}}&\multicolumn{1}{c}{\Centerstack{P(Passes\! Interview)}}&\multicolumn{1}{c}{\Centerstack{P(Accepts\! Offer)}}\\
\hline
Female Hiring Manager&        .014***&         .01** &        .013***\\
                    &     (.0045)   &      (.004)   &     (.0047)   \\
Black Hiring Manager &        -.01   &      -.0025   &      -.0093   \\
                    &     (.0064)   &     (.0059)   &      (.007)   \\
Elite School Hiring Manager &        .015***&       -.016***&        .014***\\
                    &      (.005)   &     (.0047)   &     (.0053)   \\
Empty Hiring Manager &       -.015*  &       -.039***&        .014   \\
                    &     (.0089)   &     (.0093)   &     (.0088)   \\
Recruiter Eval      &        .015   &         .12*  &       .0092   \\
                    &      (.059)   &      (.066)   &      (.052)   \\
Recruiter Eval$\times$ Female Hiring Manager &       -.068*  &       -.034   &        -.11***\\
                    &      (.035)   &       (.03)   &      (.033)   \\
Recruiter Eval$\times$ Black Hiring Manager &       -.047   &       .0089   &       -.036   \\
                    &      (.035)   &      (.031)   &      (.034)   \\
Recruiter Eval$\times$ Elite School Hiring Manager &        .024   &        .067** &        .024   \\
                    &      (.034)   &      (.032)   &      (.033)   \\
Recruiter Eval$\times$ Empty Hiring Manager &         .06   &        .054   &        .026   \\
                    &      (.059)   &      (.045)   &      (.037)   \\
\hline
P(Recruiter Coeffs All Zero)&        0.06   &        0.12   &        0.00   \\
\hline Observations &        2776   &        2776   &        2776   \\
\(R^{2}\)           &        0.03   &        0.05   &        0.04   \\
\end{tabular}
